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Linearized supergravity from Matrix theory
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Linearized supergravity from Matrix theory
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We show that the linearized supergravity potential between two objects arising from the exchange of quanta with zero longitudinal momentum is reproduced to all orders in 1/r by terms in the one-loop Matrix theory potential. The essential ingredient in the proof is the identification of the Matrix theory quantities corresponding to moments of the stress tensor and membrane current. We also point out that finite-N Matrix theory violates the equivalence principle.
Forward citations
Cited by 2 Pith papers
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A Novel Matrix Model for the M5-brane?
A maximally supersymmetric extension of BFSS is obtained by adding a 5-bracket, promoting the 2-bracket structure constants to a dynamical field H_abc with Chern-Simons kinetics and an F^{2}=1 relation, with the actio...
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A Novel Matrix Model for the M5-brane?
A maximally supersymmetric formal extension of BFSS by a 5-bracket exists once the 2-bracket structure constants are promoted to a dynamical self-dual field subject to Filippov and BPS quadratic constraints.
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